PARAMETERS CCT-ODE
COUPLING α0.35
Vrx=α·M+ξ_zp | dX+= α·M·dt | η=min(0.95,0.5+α)
SQUEEZE dB6.0 dB
noiseAmp×10^(-sq/20) | λ_c×10^(sq/20) | ΔX·ΔP=ℏ/2
TEMPERATURE K0.10 K
n̄_th=1/(e^(ℏω/kT)−1) cryo req: T<4K, n̄<0.05
BANDWIDTH1.0 GHz
R=BW[GHz]×10⁹[Hz]×C_HSW[bit/use] = bits/s
MODE FREQ ω2.0
dX=(-ω·P+α·M+ξ)·dt dP=+ω·X·dt | ξ∝√(ω/2)
MODULATIONSINE
π-e CHECKSUM ΔΦ—
|frac(X·π)−frac(P·e)| →0=sync →1=diverge
PASM ENTROPY ΔH
PRUNE ε (PRUNE_EPS)
0.12
ACTIVE LINKS
—
P(R²>0.85)
—
η_detect
—
SQ AMP ×
—
HEISENBERG-LANGEVIN CHANNEL · dV/dt = AV + α·M(t) + ξ_zp(t) LIVE
PHASE SPACE X̂/P̂ · HEISENBERG UNCERTAINTY ELLIPSE · ΔX·ΔP = ℏ/2 LIVE
COLLAPSE METRICS CCT
R² CHANNEL FIDELITY
1−Σr²/Σ(M−M̄)² | EMA(0.92/0.08) | θ=0.85
SVNR · SIGNAL-TO-VACUUM-NOISE
10·log₁₀(α²·0.5/⟨ξ²⟩) | bar:−10…+30dB → 0…100%
—dB
HSW CAPACITY · DATA RATE
C=g(n̄+½)−g(½) | R=BW×10⁹×C | T/G/Mbit/s
—Gbit/s
C_HSW bit/use
—
n̄ photons/mode
—
COHERENCE LENGTH λ_c
(ℏc/k_BT)·10^(sq/20)·0.8 | ℏc=3.162e-26 Jm
—m
L_att = λ_c/2
—
d_max
—
TERNARY 3D PERFORMANCE
Ternary bitrate
— Mbit/s
Symbol error rate (SER)
—
Derivative noise σ_y'
—
SYSTEM METRICS
NOISE ⟨ξ²⟩
—
n̄_th THERMAL
—
PERIOD κ [R²>0.75,SVNR>5]
—
RANGE GAIN
—
R²>0.85 CROSSINGS/s
—
EFFECTIVE RATE
—
PRUNE SAVING
~95% O(N²→N)
dt STEP
0.0100 s
MODULATION
SINE
🔽 DECODED TERNARY STREAM (y, y', y'') → BYTES
Waiting for ternary symbols...
ENTROPY-GATED MESH · 7 NODES (HUB+STAR+RING+CROSS) · ΔH PRUNING · PACKET FLOW
ACTIVE: —/—